Ji-Youp Kim

most citedOn the Cross-Correlation of a

p

-ary m-Sequence and its Decimated Sequences by

d = \frac{p ^{n} + 1}{p ^{k} + 1} + \frac{p ^{n} - 1}{2}

4 citations · 7 across the 2 of their papers we have counts for

collaborators

2 papers

cs.IT2013★ 3 cited

New Families of $p$ -ary Sequences of Period $\frac{p ^{n} - 1}{2}$ With Low Maximum Correlation Magnitude

Wijik Lee, Ji-Youp Kim, Jong-Seon No

Let $p$ be an odd prime such that $p \equiv 3 mod 4$ and $n$ be an odd integer. In this paper, two new families of $p$ -ary sequences of period $N = \frac{p ^{n} - 1}{2}$ are con…

cs.IT2012★ 4 cited

On the Cross-Correlation of a $p$ -ary m-Sequence and its Decimated Sequences by $d = \frac{p ^{n} + 1}{p ^{k} + 1} + \frac{p ^{n} - 1}{2}$

Sung-Tai Choi, Ji-Youp Kim, Jong-Seon No

In this paper, for an odd prime $p$ such that $p \equiv 3 mod 4$ , odd $n$ , and $d = (p^{n} + 1) / (p^{k} + 1) + (p^{n} - 1) /2$ with $k ∣ n$ , the value distribution of the exponential sum $S (a, b)$ is c…

New Families of p-ary Sequences of Period 2pn−1​ With Low Maximum Correlation Magnitude

On the Cross-Correlation of a p-ary m-Sequence and its Decimated Sequences by d=pk+1pn+1​+2pn−1​

New Families of $p$ -ary Sequences of Period $\frac{p ^{n} - 1}{2}$ With Low Maximum Correlation Magnitude

On the Cross-Correlation of a $p$ -ary m-Sequence and its Decimated Sequences by $d = \frac{p ^{n} + 1}{p ^{k} + 1} + \frac{p ^{n} - 1}{2}$